Power Factor Correction Calculator

Calculate the kVAR capacitor needed for power factor correction. Enter current and target power factors with kW load to find required capacitance.

kW
/kWh
/kVA/mo
hrs
Required Capacitance
94.7 kVAR
Fixed bank
kVA Reduction
45.9 kVA
256.4 to 210.5 kVA
Current Reduction
17.9%
Proportional to kVA reduction
Line Loss Reduction
32.6%
I2R losses saved in conductors
Annual Penalty Saved
$275.00
Was $1,538.00/yr in PF penalties
Annual Energy Saved
$20,856.00
From reduced line losses
Total Annual Savings
$21,131.00
Penalty + energy savings combined
Capacitor Bank Cost
$2,375.00
at $25.00/kVAR
Simple Payback
0.1 years
Excellent ROI

Power Triangle (Before vs After)

Before (PF = 0.78)
kW (real)
200.0
kVAR (reactive)
160.5
kVA (apparent)
256.4
After (PF = 0.95)
kW (real)
200.0
kVAR (reactive)
65.7
kVA (apparent)
210.5

kVAR Required by Target PF

Target PFkVAR NeededkVA ResultBank Cost (fixed)
0.8010.50 kVAR250.00 kVA$275.00
0.8536.50 kVAR235.30 kVA$925.00
0.9063.60 kVAR222.20 kVA$1,600.00
0.9594.70 kVAR210.50 kVA$2,375.00
0.98119.80 kVAR204.10 kVA$3,000.00
1.00160.50 kVAR200.00 kVA$4,025.00
Typical Power Factors by Load Type
Load TypeTypical PFNotes
Induction Motor (full load)0.78 - 0.85Drops significantly at partial load
Induction Motor (no load)0.15 - 0.30Mostly reactive at idle
Fluorescent Lighting0.50 - 0.65Magnetic ballast; electronic = 0.95+
Welding Equipment0.40 - 0.60Highly inductive loads
HVAC Compressors0.80 - 0.90Varies with outdoor temp
VFD / Inverter0.90 - 0.98Inherent PF correction, harmonic issues
Resistance Heating1.00Unity power factor
Planning notes, formulas, and examples

About the Power Factor Correction Calculator

Power factor (PF) is a measure of how efficiently electrical power is being used. A power factor of 1.0 (unity) means all power is doing useful work. A low power factor (0.70โ€“0.85) means a significant portion of current is reactive โ€” flowing back and forth without doing work, but still creating losses in the electrical system.

Utilities charge commercial and industrial customers penalties for low power factor (typically below 0.90 or 0.95) because reactive current increases grid losses. The standard correction method is installing capacitor banks that generate reactive power locally, reducing the reactive current drawn from the grid.

This calculator determines the kVAR (kilovolt-ampere-reactive) rating of the capacitor bank needed to improve power factor from a current value to a target value. Use it to size capacitor banks, estimate cost savings from avoiding penalties, and optimize your facility's electrical efficiency.

This measurement provides a critical foundation for energy auditing and sustainability reporting, helping organizations meet regulatory requirements and voluntary environmental commitments.

When This Page Helps

Power factor penalties can add 10โ€“30% to a commercial electric bill. This calculator sizes the capacitor bank needed to correct power factor and eliminate those penalties, often paying back the investment in 6โ€’18 months. Having accurate metrics readily available streamlines utility bill analysis, budget forecasting, and investment planning for energy efficiency projects and renewable energy installations.

How to Use the Inputs

  1. Find your facility's current power factor (from your electric bill or power meter).
  2. Enter the existing power factor.
  3. Enter your target power factor (0.95 is typical).
  4. Enter your real power load in kW.
  5. View the required kVAR for the capacitor bank.
  6. Estimate the annual savings from penalty avoidance.
Formula used
kVAR = kW ร— (tan(ฯ†โ‚) โˆ’ tan(ฯ†โ‚‚)) where ฯ†โ‚ = arccos(PFโ‚) and ฯ†โ‚‚ = arccos(PFโ‚‚)

Example Calculation

Result: 96.0 kVAR

tan(arccos(0.78)) = 0.8026, tan(arccos(0.95)) = 0.3287. kVAR = 200 ร— (0.8026 โˆ’ 0.3287) = 200 ร— 0.4739 = 94.8 kVAR. A 100 kVAR capacitor bank would be the standard size selected.

Tips & Best Practices

  • Target 0.95โ€“0.98 PF โ€” correcting to exactly 1.0 can cause leading power factor issues.
  • Use automatic switched capacitor banks for variable loads.
  • Install capacitors as close to inductive loads (motors) as practical.
  • Measure PF under normal operating conditions, not just peak or off-peak.
  • Over-correction (leading PF) can cause voltage problems; avoid it.
  • Capacitor bank payback is typically 6โ€’18 months from penalty savings.

Understanding Reactive Power

In AC circuits, inductive loads draw current that lags voltage by a phase angle. This lagging component is reactive power (kVAR). It doesn't do useful work but creates losses in conductors and transformers. Capacitors generate leading reactive power that cancels the lagging component, reducing total current.

Capacitor Bank Types

Fixed capacitor banks provide constant correction, suitable for steady loads. Automatic switched banks use a PF controller to switch capacitor stages on/off as loads change, maintaining optimal PF. Detuned capacitor banks include reactors to prevent harmonic resonance in facilities with variable frequency drives.

Return on Investment

Capacitor banks cost $25โ€“75 per kVAR installed. A 100 kVAR bank costs $2,500โ€“$7,500. If the penalty savings are $500โ€“$1,000/month, payback is 3โ€’15 months. Additional benefits include reduced IยฒR losses and freed-up transformer capacity.

Sources & Methodology

Last updated:

Frequently Asked Questions

  • Power factor is the ratio of real power (kW, doing useful work) to apparent power (kVA, total power drawn). A PF of 0.80 means only 80% of the current is doing useful work. The remaining 20% is reactive current that creates losses.